Asked by lizzy
Find dx/dt when x=1, y=0 and dy/dt=2 for the following equations
y= sqroot(x-1)
x = cos y
y= sqroot(x-1)
x = cos y
Answers
Answered by
Anonymous
Find dx/dt when x=1, y=0 and dy/dt=2 for the following equations
y= sqroot(x-1)
x = cos y
======================
y = (x-1)^.5
dy/dx = .5 (x-1)^-.5
dy/dt = {.5 (x-1)^-.5 } dx/dt
so
dx/dt = 2 (x-1)^.5 dy/dt
Your turn.
This is very similar to an earlier question. Please go back over the chapter in your text.
y= sqroot(x-1)
x = cos y
======================
y = (x-1)^.5
dy/dx = .5 (x-1)^-.5
dy/dt = {.5 (x-1)^-.5 } dx/dt
so
dx/dt = 2 (x-1)^.5 dy/dt
Your turn.
This is very similar to an earlier question. Please go back over the chapter in your text.
There are no AI answers yet. The ability to request AI answers is coming soon!